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Evaluation of Rugby Players’ Psychological-Competitive Ability by Utilizing the Analytic Hierarchy Process

机译:利用层次分析法评估橄榄球运动员的心理竞争能力

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The Analytic Hierarchy Process (AHP) is a decision-making support method for selecting a solution from alternatives based on a number of evaluation criteria. This method has also been utilized in recent years to evaluate athletes’ competitive ability regarding their physical, technical, and mental aspects. Therefore, this study has sought to develop an evaluation index of rugby players’ psychological-competitive ability as their mental aspects. Initially, a survey on sixty-seven male university rugby players was conducted using the Diagnostic Inventory of Psychological-Competitive Ability (DIPCA.3) for Athletes. Next, a rugby coach was asked in an interview coach’s to rank five factors of DIPCA.3. After that, total evaluation values of each rugby player were calculated using the DIPCA.3 scores, the coach’s ranking, and AHP. The rugby players were divided into two groups, those with high or low DIPCA3 scores. Then, members in each of these two groups were divided again into two groups, for high or low total evaluation values of AHP. Comparing the high and low groups from the total evaluation values, the proportion of rugby players in the high level group, who were regular players and had much experience participating in national competitions, was significantly larger among the high group than the low group. The results of this study suggested that the total evaluation value calculated with AHP was more effective than the total scores of DIPCA.3 for evaluation of rugby players’ mental aspects.
机译:层次分析法(AHP)是一种决策支持方法,用于根据许多评估标准从替代方案中选择解决方案。近年来,这种方法还用于评估运动员在身体,技术和心理方面的竞争能力。因此,本研究试图建立以橄榄球运动员的心理竞争能力作为他们心理方面的评估指标。最初,使用针对运动员的心理竞争能力诊断清单(DIPCA.3)对67位男性大学橄榄球运动员进行了调查。接下来,在采访教练中要求一名橄榄球教练对DIPCA.3的五个因素进行排名。然后,使用DIPCA.3得分,教练的排名和AHP计算每个橄榄球运动员的总评估值。橄榄球运动员分为DIPCA3得分高或低的两组。然后,针对AHP的总评价值高或低,将这两组中的每个成员再次分为两组。从总评价值中比较高和低组,高水平组中的橄榄球运动员是常规运动员,并且有参加国家比赛的丰富经验,高水平组中的橄榄球运动员的比例明显高于低水平组。研究结果表明,用AHP计算得出的总评估值比DIPCA.3的总分更有效。

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